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Modern Geomatics Technologies and Applications

             2.2.  Refine and merge lines
                      Refine crop lines
               The lines that remain from the first phase are discrete, and it is not possible to achieve the final crop lines by connecting
          them. An algorithm is needed to achieve more regular and direct lines. At the first step for this goal a binary mask made by
          considering the greater thickness of the lines. The lines are then obtained with a centrifugal skeletonize filterBy applying the
          Hough Transform algorithm to the skeleton image, more direct crop lines are obtained. The outputs of refine step was shown in
          Figure 4.
















           Fig 4: process for refine initial lines. (A) Show lines by specific width. (B) Apply skeletonization operator. (C) Detect stright
                                                 lines using Hough Transform.
                      Merge lines using a series of rules
               In  this  step,  the  proposed  methodology  creates  a  line  scanner  with  the  declination  equals  to  the  detected  crop  row
          orientation (α), and bias (b) is shown in Figure 5. In Figure 6 each of the peaks and valleys represents either a crop row or a soil
          row, while the slopes between the peaks and the valleys are the translation between the crop and soil rows. Through averaging
          the peaks and the valley's values, the crop rows are detected by comparing these values. The bias of the different planting lines
          can be a criterion for classifying the lines. This graph can help for a tile and a set of classified lines according to the same specific
          bias.
                                                        −    1
                                                      2
                                                   =                                 (4)
                                                        −    1
                                                      2

                                                  =    +      1                                    (5)
                                                    1






















                                            Fig 5: Calculate bias for a particular line










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